Question

N the equation z = ct + d, z is measured in meters and t is measured in seconds. what are the dimensions (units) of d?

Answer 1

In the equation we are given that z is the sum of the product of c and t and d. If z has a dimension or unit of measurement that is meters then, the product of c and t (ct) should also be in meters. Furthermore, the unit of measurement of d should also be in meters. Thus, the answer is meters. 

Answer 2

Answer:

The dimension of “ d “is in meters. This is quite simple and you can understand this very easily.

Further Explanation:

Explanation:

As you can see that here are given some data which can help us in finding of the dimension unit of “ d “.

Data :  

We have given a equation that is z = ct + d.

Here the dimension of “ z “ is in meters ( m ).

And th dimension of “ t “ is in seconds ( s ).

Find the dimension of “ d ”?

Solution : -

Sol.

 Z = ct + d.

Here we can put the dimensions.

 m = cs + d.

 As we know that dimensional unit of “ c “ is ms-1 because it is the speed of light which is also in ms-1.

 m = ms-1 . s + d.

 m = m + d .

here you can see that the both units of ct isin meters and unit of z is also in meteres then it is simply that the dimentional unit of d is in meters.

   

Answer Details:

Subject: Physics .

Level: High school .

keywords:

Solution : -

Data :  

Explanation:

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